adjective, firmer, firmest. 1. not soft or yielding when pressed; comparatively solid, hard, stiff, or rigid: firm ground; firm texture. 2. securely fixed in place. 3. not shaking or trembling; steady: a firm voice. 4. not likely to change; fixed; settled; unalterable: a firm belief. 5. steadfast or unwavering, as persons or principles: firm friends. 6. indicating firmness or determination: a firm expression. 7. not fluctuating much or falling, as prices, values, etc.: The stock market was firm today.verb (used with object) 8. to make firm; tighten or strengthen (sometimes followed by up): to firm up one’s hold on something. 9. to steady or fix (sometimes followed by up): to firm up prices.verb (used without object) 10. to become firm or fixed (sometimes followed by up): Butter firms by churning. 11. (of prices, markets, etc.) to recover; become stronger, as after a decline (sometimes followed by up): Stock prices firmed again today. adverb, firmer, firmest. 12. firmly: He stood firm. /fɜːm/adjective 1. not soft or yielding to a touch or pressure; rigid; solid 2. securely in position; stable or stationary 3. definitely established; decided; settled 4. enduring or steady; constant 5. having determination or strength; resolute 6. (of prices, markets, etc) tending to rise adverb 7. in a secure, stable, or unyielding manner: he stood firm over his obligation to payverb 8. (sometimes foll by up) to make or become firm 9. (intransitive) (Austral, horse racing) (of a horse) to shorten in odds /fɜːm/noun 1. a business partnership 2. any commercial enterprise 3. a team of doctors and their assistants 4. (Brit, slang)

[fur-muh n, fer-mahn] /ˈfɜr mən, fərˈmɑn/ noun, plural firmans. 1. an edict or administrative order issued by or in the name of a Middle Eastern sovereign (formerly by an Ottoman Turkish sultan). /fɜːˈmɑːn; ˈfɜː-/ noun 1. an edict of an Oriental sovereign 2. any authoritative grant of permission

adjective 1. (logic) quantifying only over individuals and not over predicates or clauses: first-order predicate calculus studies the logical properties of such quantification Not higher-order. (1995-03-06)

language, logic The language describing the truth of mathematical formulas. Formulas describe properties of terms and have a truth value. The following are atomic formulas: True False p(t1,..tn) where t1,..,tn are terms and p is a predicate. If F1, F2 and F3 are formulas and v is a variable then the following are compound formulas: […]

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